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1. Exterior angle of a regular polygon of side n is _
2. Angles of the form $2 θ, 3 θ, 4 θ$ are integral multiples of $θ$ called _______

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Solution

1. Exterior angle of a regular polygon of side n is $= \frac{360^{o}}{n}$
(Where $n$ is number sides of regular polygon)

2. Angles of the form 2θ,3θ,4θ are integral multiples of θ called Multiple Angles.

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Fill in the blanks1. Exterior angle of a regular polygon of side n is _________2. Angles of the form 2θ,3θ,4θ are integral multiples of θ called _______________

1. Exterior angle of a regular polygon of side n is =360on(Where n is number sides of regular polygon)2. Angles of the form 2θ,3θ,4θ are integral multiples of θ called Multiple Angles.

Fill in the blanks
1. Exterior angle of a regular polygon of side n is _
2. Angles of the form $2 θ, 3 θ, 4 θ$ are integral multiples of $θ$ called _______

1. Exterior angle of a regular polygon of side n is $= \frac{360^{o}}{n}$
(Where $n$ is number sides of regular polygon)

2. Angles of the form 2θ,3θ,4θ are integral multiples of θ called Multiple Angles.